Astronomy and Astrophysics – Astrophysics
Scientific paper
2005-03-11
Astrophys.J. 628 (2005) 769-779
Astronomy and Astrophysics
Astrophysics
24 pages, 7 figures, submitted to ApJ on Jan 29, 2005, Accepted by ApJ for publication on Apr 2, 2005
Scientific paper
10.1086/430848
We studied the X-ray dust scattering halos around 17 bright X-ray point sources using {\it Chandra} data. We use an iterative method to resolve the halos at small scattering angles from the zeroth order data in CC-mode or the first order data in TE-mode which is not or less piled-up. Using the halo models of Weingartner $&$ Draine (2001, WD01) and Mathis, Rumpl $&$ Nordsieck (1977, MRN) to fit the halo profiles, we get the hydrogen column densities and the spatial distributions of the scattering dust grains along the line of sights (LOS) to these sources. We find that the scattering dust density very close to these sources is much higher than the normal interstellar medium. For X-ray pulsars GX 301-2 and Vela X-1 with companions of strong stellar winds, the X-ray absorption column densities are much higher than the derived scattering column densities, because of the dense media around the X-ray sources produce extremely small angle scatterings which are indistinguishable from the point sources even with \textit{Chandra}'s angular resolution. For LMC X-1, most of the scattering and absorption occur in Large Magellanic Cloud, rather than in the Milky Way. From the obtained X-rays spectra, the cold gas absorption and thus the quivalent hydrogen column is determined. We have obtained the linear correlation between $N_{H}$ derived from spectral fits and the one derived from the halo model WD01 and MRN (except for GX 301-2 and Vela X-1): $N_{H,WD01} = (0.720\pm0.009) \times N_{H,abs} + (0.051\pm0.013)$ and $N_{N, MRN} = (1.156\pm0.016) \times N_{H,abs} + (0.062\pm0.024)$ in the units $10^{22}$ cm$^{-2}$. High angular resolution X-ray dust scattering halos offer an excellent potential for probing the spatial distributions of interstellar dust medium.
Xiang Jingen
Yao Yangsen
Zhang Shuang Nan
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